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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-5.15735613987988" y="-1.8771241224262951" heading="175" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="13"><costumes><list struct="atomic" id="14"></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="61.910569105691025" y="67.22764227642278"><block s="receiveGo"><comment w="89.99999999999999" collapsed="true">Create a test case. It could be a geometric drawing but you have the chance to use creatviity here, so it can be any program.&#xD;Your test case should run but have problems for others to correct.   </comment></block><block s="clear"></block><block s="doWait"><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>120</l></block><block s="turn"><l>215</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="testCasesStarterForAssignment task 2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>